Strong Fuzzy Chromatic Polynomial of Intuitionistic Fuzzy Graphs (IFGs) Based on 􏰀α,β􏰁-Levels

Authors

Lateram Zawuga Hordofa, Mathematics Department, Wollega University, Nekemte, EthiopiaFollow
V. N. SrinivasaRao Repalle, Mathematics Department, Wollega University, Nekemte, EthiopiaFollow
Mamo Abebe Ashebo, Mathematics Department, Wollega University, Nekemte, EthiopiaFollow

Abstract

This research introduces a new idea of (α,β)-level based strong fuzzy chromatic polynomial of intuitionistic fuzzy graph(IFGs). In addition, some characteristics of (α,β)-level based strong fuzzy chromatic polynomials of IFGs are specified and proven. Besides, the strong (α,β)-fundamental set and the strong (α,β)-level graphs are defined with clear examples. Moreover, some algebraic characteristics of the strong (α,β)-level graph of IFGs and their chromatic polynomials are also projected and shown.

Recommended Citation

Zawuga Hordofa, Lateram; N. SrinivasaRao Repalle, V.; and Abebe Ashebo, Mamo (2023) "Strong Fuzzy Chromatic Polynomial of Intuitionistic Fuzzy Graphs (IFGs) Based on 􏰀α,β􏰁-Levels," Information Sciences Letters: Vol. 12 : Iss. 6 , PP -.
Available at: https://digitalcommons.aaru.edu.jo/isl/vol12/iss6/3